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Find a common denominator by finding the LCM of the dissimilar denominators and converting the fractions to equivalent fractions with the same denominator. Then add the numerators and put that sum over the common denominator. Reduce if possible.

Example: 1/5 + 1/6

The least common denominator of 5 and 6 is 30.

1/5 = 6/30

1/6 = 5/30

1/5 + 1/6 = 11/30

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Q: How do you find the sum of dissimilar fraction?
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Related questions

How do you compare dissimilar fraction?

Find the least common denominator.


Definition of dissimilar fractions?

A dissimilar fraction is a fraction where the denominator is not the same as the others .


How do you find the sum or difference of a fraction?

The sum of a fraction? Well, to find the sum of the fraction all you do is divide both top and bottom numbers.


How do you solve dissimilar fraction?

To solve a Dissimilar Fraction,you must change the denominator to a similar fraction then proceed with the Adding/Subtracting Dissimilar Fraction...


What is the difference between dissimilar fraction and proper fraction?

A proper fraction is one fraction in which the numerator is smaller than the denominator. Dissimilar fractions are two or more fractions whose denominators are different (dissimilar).


Why do you have to change similar fraction to dissimilar fraction?

You don't.


What is the definition of similar and dissimilar fractions?

similar fraction is the same denominator and dissimilar fraction is cannot the same denominators


What is a fraction with different denominators called?

Unlike or dissimilar fraction.


What is Dissimilar fraction means?

A fraction whose denominator is different to that of some reference fraction.


Meaning of dissimilar fraction?

Dissimilar fractions are not equivalent as for example 1/2 is the same as 2/4 but 3/5 and 2/7 are dissimilar fractions


Is dissimilar fractions can be discovered as proper fraction?

Dissimilar fractions may or may not be proper fractions.


What is disimiliar fraction?

Dissimilar fractions have different denominators.